this paper, we isolate a theorem from which all these results can be obtained. Specifically, this theorem avoids the use of the results on locally trivial fibre spaces. Throughout this paper we use the term mapping to mean continuous function and by a continuum we mean a compact, connected metric space. Suppose Y is a continuum. A subcontinuum K of Y is said to be a W -set provided if f is a mapping of a continuum X onto Y , there is a subcontinuu
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
AbstractWe provide a structural characterization of all continua X whose hyperspace C(X) of all subc...
ABSTRACT. It is proved among other things that every mapping from a subcontinuum of an hereditarily ...
Abstract. A proper subcontinuum H of a continuum X is said to be a W-set provided for each continuou...
A proper subcontinuum H of a continuum X is said to be a W-set provided for each continuous surjecti...
We construct a metric continuum X such that the hyperspace of sub-continua, C(X), of X is not a cont...
Abstract. A continuous surjection between compacta is called co-existential if it is the second of t...
The theorem proven here is that every compact metric continuum is a continuous image of some heredit...
Abstract. A continuous surjection between compacta is called co-existential if it is the second of t...
Throughout this paper a continuum means a compact connected metric space. Let X be a continuum. By C...
ABSTRACT. The main results of this paper are three examples. The first one is a Suslinian arc-like c...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
We give new sufficient conditions for a continuum to be a remainder of $H$. We also show that any no...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
AbstractWe provide a structural characterization of all continua X whose hyperspace C(X) of all subc...
ABSTRACT. It is proved among other things that every mapping from a subcontinuum of an hereditarily ...
Abstract. A proper subcontinuum H of a continuum X is said to be a W-set provided for each continuou...
A proper subcontinuum H of a continuum X is said to be a W-set provided for each continuous surjecti...
We construct a metric continuum X such that the hyperspace of sub-continua, C(X), of X is not a cont...
Abstract. A continuous surjection between compacta is called co-existential if it is the second of t...
The theorem proven here is that every compact metric continuum is a continuous image of some heredit...
Abstract. A continuous surjection between compacta is called co-existential if it is the second of t...
Throughout this paper a continuum means a compact connected metric space. Let X be a continuum. By C...
ABSTRACT. The main results of this paper are three examples. The first one is a Suslinian arc-like c...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
We give new sufficient conditions for a continuum to be a remainder of $H$. We also show that any no...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
AbstractWe provide a structural characterization of all continua X whose hyperspace C(X) of all subc...
ABSTRACT. It is proved among other things that every mapping from a subcontinuum of an hereditarily ...